Extreme 3D architected isotropic materials with tunable stiffness and buckling strength
@article{Wang2020Extreme3A, title={Extreme 3D architected isotropic materials with tunable stiffness and buckling strength}, author={Fengwen Wang and Ole Sigmund}, journal={ArXiv}, year={2020}, volume={abs/2012.01359} }
9 Citations
Non‐Hierarchical Architected Materials with Extreme Stiffness and Strength
- Advanced Functional Materials
- 2023
Deep neural networks for parameterized homogenization in concurrent multiscale structural optimization
- Computer ScienceStructural and Multidisciplinary Optimization
- 2023
Architecting materials for extremal stiffness, yield and buckling strength
- Materials ScienceArXiv
- 2022
This paper proposes a methodology for architecting microstructures with extremal sti ff ness, yield, and buckling strength using topology optimization. The optimized microstructures reveal an…
Experimental verification of a novel hierarchical lattice material with superior buckling strength
- Engineering, Materials ScienceAPL Materials
- 2022
Recently, a systematic approach for the design of lattice materials with extreme buckling strength has led to optimized hierarchical lattice materials with unprecedented load carrying capacity. This…
Mechanically-grown morphogenesis of Voronoi-type materials: Computer design, 3D-printing and experiments
- Materials ScienceMechanics of Materials
- 2022
The family of elastically isotropic stretching-dominated cubic truss lattices
- MathematicsInternational Journal of Solids and Structures
- 2022
Buckling-constrained topology optimization using feature-driven optimization method
- EngineeringStructural and Multidisciplinary Optimization
- 2022
Structural stability has attracted increasing attention in topology optimization because of the buckling effect under compression load. In this work, the feature-driven optimization method is…
Buckling and yield strength estimation of architected materials under arbitrary loads
- EngineeringInternational Journal of Solids and Structures
- 2022
e-Workshop on design and analysis of non-classical architectured materials
- Mathematics
- 2021
While homogenization of periodic linear elastic structures is now a well-known procedure when the stiffness of the material varies inside fixed bounds, no homogenization formula is known which…
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